All three medians of a triangle intersect at the same single point. This is a point of concurrency known as its <em>centroid</em>.
Knowing that we have these three medians of a triangle, and the intersection of two of them is at (2, 3), the intersection of <em>any </em>pair of those medians would be at the same exact spot.
CD intersects AE at (2, 3).
I believe the numbers are 22, 13, and 44.
Answer:
Step-by-step explanation:
In general polynomial <span>is an </span>expression<span> consisting of </span>variables<span> (or </span>indeterminates<span>) and </span>coefficients<span>, that involves only the operations of </span>addition<span>, </span>subtraction<span>, </span>multiplication<span>, and non-negative </span>integer exponents<span>.
So this equation is polynomial</span>
9 is the answer, -10- (-10)=0
12- 3= 9, which is your answer